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Control of distributed parameter systems 1989 : selected papers from the 5th IFAC Symposium, Perpignan, France, 26-29 June 1989 /

This volume presents state-of-the-art reports on the theory, and current and future applications of control of distributed parameter systems. The papers cover the progress not only in traditional methodology and pure research in control theory, but also the rapid growth of its importance for differe...

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Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor Corporativo: IFAC Symposium on the Control of Distributed Parameter Systems
Otros Autores: Amouroux, M., El Jai, A. (Abdelhaq), 1948-
Formato: Electrónico Congresos, conferencias eBook
Idioma:Inglés
Publicado: Oxford ; New York : Published for the International Federation of Automatic Control by Pergamon Press, 1990.
Edición:1st ed.
Colección:IFAC symposia series ; 1990, no. 3.
Temas:
Acceso en línea:Texto completo
Tabla de Contenidos:
  • 2 Finite time interval problem3 Infinite time interval problem; 4 Finite dimensional approximation; 5 Examples and concluding remarks; 6 Acknowledgements; References; Chaptyer 3. Some Results on Exact Controllability; Introduction; 1. A general framework; 2. Dynamic Systems. Controllability Operator; 3. Controllability for the wave equation with Dirichlet conditions; REFERENCES; Chapter 4. Time and Frequency Domain Methods for Infinite-dimensional H -control; 1. INTRODUCTION; 2. THE CALLIER-DESOER CLASS OF TRANSFER FUNCTIONS; 3. THE PRITCHARD-SALAMON CLASS OF STATE-SPACE SYSTEMS
  • 4. H��-CONTROL THEORY FOR THE PRITCHARD-SALAMON CLASSCONCLUSIONS; REFERENCES; Chapter 5. Compensator Design for Stability Enhancement with Co-located Controllers; 1. INTRODUCTION; 2. A CONCRETE MODEL; 3. THE ABSTRACT MODEL; 4. COMPENSATOR DESIGN; 5. COMPENSATOR TRANSFER FUNCTION; 6. PERFORMANCE EVALUATION; REFERENCES; Chapter 6. Shape Analysis and Optimization in Distributed Parameter Systems; 1. INTRODUCTION. 1; 2. EXAMPLES OF SHAPE OPTIMIZATION PROBLEMS.; 3. SHAPE SENSITIVITY ANALYSIS.; 4. SHAPE IDENTIFICATION PROBLEMS.; 5. SHAPE CONTROL PROBLEMS.; 6. EXISTENCE OF OPTIMAL SHAPES.; REFERENCES
  • PART 2: SYSTEM ANALYSISChapter 1. Controllability of Damped Flexible Systems; INTRODUCTION; 1. HUN WITH SEMIGROUP APPROACH; 2. CONTROLLABILITY OF WEAKLY DAMPED FLEXIBLE SYSTEMS; 3. CONTROLLABILITY OF STRONGLY DAMPED FLEXIBLE SYSTEMS; REFERENCES; Chapter 2. Stabilization of Second Order Evolution Equations by Unbounded Nonlinear Feedback; INTRODUCTION; THE MAIN RESULT; APPLICATION; PROOF OF THEOREM 1; A PARTIAL CONVERSE TO THEOREM 1; REFERENCES; Chapter 3. Stability of Perturbed Linear Distributed Parameter Systems: A Lyapunov Equation Approach; 1. Introduction
  • 2. The nominal system and its perturbations3. Perturbations of the Lyapunov Equation; REFERENCES; Chapter 4. Stabilizability of Distributed Parameter Systems with Unbounded Controls; 0. Introduction; 1. Example; 3. Systems for which (NC) are necessary conditions for stabil izability; Conclusions; References; Chapter 5. Weak Asymptotic Stability for Discrete Linear Distributed Systems; 1. NOTATION AND TERMINOLOGY; 2. INTRODUCTION; 3. WEAKLY CONVERGENT POWER SEQUENCES; 4. WEAK ASYMPTOTIC STABILITY; 5. CONCLUDING REMARKS; REFERENCES
  • Chapter 6. Time-domain Feedback Control of Distributed Parameter Systems Using Approximate Models
  • An Operational Approach